![1-[4-(3-Chloroquinoxalin-2-yl)piperazino]-2,2-dimethylpropan-1-one](data:image/png;base64,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)
| Product Number | 4H17-1-0H |
| CAS | 680211-07-8 |
| MDL Number | MFCD01935273 |
| Molecular Formula | C17H21ClN4O |
| Molecular Weight | 332.83 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory